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Strength of Materials Mechanics of Solids 1st Edition by S K Duggal, Arjun Prasad ISBN 936074820X 9789360748203

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Strength of Materials Mechanics of Solids 1st Edition S.K.Duggal Digital Instant Download

Author(s): S.K.Duggal, Arjun Prasad
ISBN(s): 9789360748203, 936074820X
Edition: 1st
File Details: PDF, 15.09 MB
Year: 2024
Language: english
SKU: EB-57908522 Category: Tags: ,

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ISBN 10: 936074820X 
ISBN 13: 9789360748203
Author: S K Duggal, Arjun Prasad

Engineering properties of the material capture significant footprint in Civil Engineering and Mechanical Engineering industry. Different types of materials exhibit different engineering properties and can be used as per the desired structural behaviour. This book ‘Strength of Materials Mechanics of Solids)’ offers a comprehensive and simple treatment of the subject matter of properties of materials suitable to Civil Engineering and Mechanical Engineering students as well as working professionals. The book has addresses the phobias faced by structural designers very well. In this regard, the most distinguishing feature of the book is that it is equally strong in theory as well as numerical problems, thus, serving as the right blend. In the preparation of this book, the aim has been to present the text in a sequential and lucid manner, and with explanations supported by 2-D and 3-D diagrams, wherever required. The most outstanding and unique feature of the book is the condensation of the exhaustive theory into a systematic, point-wise pattern and the inclusion of objective and conceptual question and their answers at the end of each chapter. Numerical problems have also been dealt with thoroughly. According to the international standards, most of the calculations have been done in SI units. This book covers the ground suitable for a first-degree course on the subject, and will also prove to be a valuable source of study to those aspiring for competitive examinations (GATE, ESE etc.). The needs of self-studying students have been specially kept in view. Many explanatory notes have been inserted particularly with reference to common conceptual problems.

Strength of Materials Mechanics of Solids 1st Table of contents:

Chapter 1: Introduction to Mechanics of Deformable Bodies

  • 1.1 Definition of Strength of Materials / Mechanics of Solids
  • 1.2 Historical Development
  • 1.3 Basic Concepts: Force, Stress, Strain
  • 1.4 Types of Forces and Stresses (Normal, Shear)
  • 1.5 Equilibrium of Deformable Bodies
  • 1.6 Units and Dimensions
  • 1.7 Fundamental Assumptions in Strength of Materials
  • 1.8 Engineering Applications

Chapter 2: Axial Loading: Stress, Strain, and Elasticity

  • 2.1 Normal Stress and Normal Strain
  • 2.2 Stress-Strain Diagram for Ductile and Brittle Materials
  • 2.3 Hooke’s Law and Modulus of Elasticity (Young’s Modulus)
  • 2.4 Elastic, Plastic, and Viscoelastic Behavior
  • 2.5 Poisson’s Ratio
  • 2.6 Shear Stress and Shear Strain; Modulus of Rigidity
  • 2.7 Axial Deformation of Bars of Uniform and Varying Cross-Sections
  • 2.8 Statically Indeterminate Axially Loaded Members
  • 2.9 Thermal Stresses
  • 2.10 Stress Concentration

Chapter 3: Torsion

  • 3.1 Introduction to Torsion
  • 3.2 Torsional Shear Stress in Circular Shafts (Solid and Hollow)
  • 3.3 Torsion Formula Derivation
  • 3.4 Angle of Twist
  • 3.5 Power Transmission by Shafts
  • 3.6 Statically Indeterminate Torsional Members
  • 3.7 Torsion of Non-Circular Sections (Brief Introduction)

Chapter 4: Shear Force and Bending Moment

  • 4.1 Introduction to Beams and Loadings
  • 4.2 Types of Beams (Simply Supported, Cantilever, Overhanging, Fixed)
  • 4.3 Types of Loads (Concentrated, Uniformly Distributed, Varying)
  • 4.4 Shear Force and Bending Moment Definitions
  • 4.5 Sign Conventions
  • 4.6 Shear Force and Bending Moment Diagrams by Method of Sections
  • 4.7 Relationship Between Load, Shear Force, and Bending Moment
  • 4.8 Drawing Shear Force and Bending Moment Diagrams by Inspection

Chapter 5: Bending Stress in Beams

  • 5.1 Pure Bending and Flexure Formula Derivation
  • 5.2 Assumptions in Bending Theory
  • 5.3 Neutral Axis and Moment of Inertia of Various Cross-Sections
  • 5.4 Bending Stress Distribution in Symmetrical and Unsymmetrical Sections
  • 5.5 Section Modulus
  • 5.6 Bending of Composite Beams (Optional/Brief)

Chapter 6: Shear Stress in Beams

  • 6.1 Shear Stress in Beams: Basic Concept
  • 6.2 Derivation of Shear Formula
  • 6.3 Shear Stress Distribution in Rectangular, Circular, I-sections, T-sections, etc.
  • 6.4 Shear Flow in Built-up Members

Chapter 7: Transformation of Stress and Strain

  • 7.1 Introduction to Plane Stress and Plane Strain
  • 7.2 Stress Transformation Equations (for Normal and Shear Stress)
  • 7.3 Principal Stresses and Maximum Shear Stress
  • 7.4 Mohr’s Circle for Plane Stress
  • 7.5 Strain Transformation Equations
  • 7.6 Principal Strains and Mohr’s Circle for Plane Strain
  • 7.7 Generalized Hooke’s Law

Chapter 8: Deflection of Beams

  • 8.1 Introduction to Beam Deflection
  • 8.2 Differential Equation of the Elastic Curve
  • 8.3 Method of Double Integration
  • 8.4 Moment-Area Method
  • 8.5 Superposition Method
  • 8.6 Castigliano’s Theorem (Optional/Brief Introduction)

Chapter 9: Columns

  • 9.1 Introduction to Columns and Buckling
  • 9.2 Euler’s Formula for Slender Columns (Various End Conditions)
  • 9.3 Limitations of Euler’s Formula
  • 9.4 Rankine-Gordon Formula
  • 9.5 Eccentric Loading and Secant Formula
  • 9.6 Design of Columns

Chapter 10: Energy Methods

  • 10.1 Strain Energy due to Axial Load, Torsion, and Bending
  • 10.2 Principle of Conservation of Energy
  • 10.3 Castigliano’s Theorem for Deflections and Rotations
  • 10.4 Unit Load Method

Chapter 11: Pressure Vessels

  • 11.1 Thin-Walled Pressure Vessels: Cylindrical and Spherical
  • 11.2 Stresses in Thin-Walled Pressure Vessels
  • 11.3 Thick-Walled Cylinders: Lame’s Equations (Optional/Brief)

Chapter 12: Theories of Failure

  • 12.1 Introduction to Material Failure
  • 12.2 Maximum Principal Stress Theory (Rankine’s Theory)
  • 12.3 Maximum Shear Stress Theory (Tresca’s Theory)
  • 12.4 Maximum Normal Strain Theory (St. Venant’s Theory)
  • 12.5 Maximum Strain Energy Theory (Haigh-Westergaard Theory)
  • 12.6 Maximum Distortion Energy Theory (Von Mises-Hencky Theory)
  • 12.7 Comparison of Theories of Failure

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Tags: S K Duggal, Arjun Prasad, Strength, Materials